Replacing the (REF ), (REF ), (REF ), (REF ) and
(REF ) with the \(O_{l}\)  obtained in (REF ), we can see that
the ratios of mass (\(\rho , \sigma \) ), two Majorana CP-violating
phases \((\alpha , \beta )\)  and the ratio of mass squared difference
\(R_{\nu }\)  can be expressed via eight parameters: three mixing angle
\(\theta _{12}, \theta _{23}, \theta _{13}\) , one Dirac CP violating
phase \(\delta \) , three charged lepton mass \((m_{e}, m_{\mu },m_{\tau })\)  and the parameter \(d\) . Here we choose the three charged
lepton mass at the electroweak scale(\(\mu \simeq M_{Z}\) )
i.e[1]}
\(m_{e}=0.486570154 MeV\quad \quad m_{\mu }=102.7181377MeV \quad \quad m_{\tau }=1746.17MeV\) 
<FIGURE>